Add to ORKGIn linearized optimization theory, lifting surfaces, moving in an inviscid and incompressible fluid, shed tip vorticity of which the strength has infinite square-root singularities. Here we discuss that an optimization procedure can be coupled to constraints so that the strength of the shed vorticity remains bounded along the wing span.</p
It is shown that the solution by Hauptman and Miloh is not the exact solution of the linearized lift...
Optimal control theory is combined with the numerical simulation of an incompressible viscous flow t...
The problem of lift maximization for a smooth closed contour of given length with point singularitie...
In linearized optimization theory, lifting surfaces, moving in an inviscid and incompressible fluid,...
In linearized optimization theory, lifting surfaces shed tip vorticity of which the strength has in ...
We consider a system of lifting surfaces which has to deliver a prescribed force action. When for ea...
For a smooth contour placed in an inviscid incompressible potential flow with a vortex, a contour sh...
Nonplanar lifting surfaces can lower the induced drag relative to planar surfaces by redistributing ...
Peer Reviewedhttp://deepblue.lib.umich.edu/bitstream/2027.42/83557/1/AIAA-44727-830.pd
An experiment was conducted to show that tip vortices can increase lift both by creating a low-press...
The optimal shape of flying wings for subsonic and transonic speeds is examined using high-fidelity ...
Fins, wings, blades and sails can generate lift and drag in both attached and separated flow conditi...
It is shown that the solution by Hauptman and Miloh is not the exact solution of the linearized lift...
Optimal control theory is combined with the numerical simulation of an incompressible viscous flow t...
The problem of lift maximization for a smooth closed contour of given length with point singularitie...
In linearized optimization theory, lifting surfaces, moving in an inviscid and incompressible fluid,...
In linearized optimization theory, lifting surfaces shed tip vorticity of which the strength has in ...
We consider a system of lifting surfaces which has to deliver a prescribed force action. When for ea...
For a smooth contour placed in an inviscid incompressible potential flow with a vortex, a contour sh...
Nonplanar lifting surfaces can lower the induced drag relative to planar surfaces by redistributing ...
Peer Reviewedhttp://deepblue.lib.umich.edu/bitstream/2027.42/83557/1/AIAA-44727-830.pd
An experiment was conducted to show that tip vortices can increase lift both by creating a low-press...
The optimal shape of flying wings for subsonic and transonic speeds is examined using high-fidelity ...
Fins, wings, blades and sails can generate lift and drag in both attached and separated flow conditi...
It is shown that the solution by Hauptman and Miloh is not the exact solution of the linearized lift...
Optimal control theory is combined with the numerical simulation of an incompressible viscous flow t...
The problem of lift maximization for a smooth closed contour of given length with point singularitie...